Hans Peter Schlickewei | Academic Influence

Hans Peter Schlickewei's AcademicInfluence.com Rankings

Hans Peter Schlickewei

Mathematics

#7900

World Rank

#10731

Historical Rank

Number Theory

#309

World Rank

#384

Historical Rank

Measure Theory

#4833

World Rank

#5658

Historical Rank

mathematics Degrees

Download Badge

Mathematics

Hans Peter Schlickewei's Degrees

PhD Mathematics University of Göttingen

Why Is Hans Peter Schlickewei Influential?

(Suggest an Edit or Addition)

According to Wikipedia, Hans Peter Schlickewei is a German mathematician, specializing in number theory and, in particular, the theory of transcendental numbers. Schlickewei received his doctorate in 1975 at the University of Freiburg under the supervision of Theodor Schneider. Schlickewei is a professor at the University of Marburg.

(See a Problem?)

Hans Peter Schlickewei's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Linear equations in variables which Lie in a multiplicative group (2002) (216)
The2-adic Thue-Siegel-Roth-Schmidt theorem (1977) (90)
A quantitative version of the Absolute Subspace Theorem (2002) (84)
The equation x+y=1 in finitely generated groups (1996) (81)
Additive relations in fields (1991) (63)
S-unit equations over number fields (1990) (60)
Generalized Vandermonde determinants (2000) (43)
The Number of Solutions of Polynomial-Exponential Equations (2000) (42)
Zeros of recurrence sequences (1991) (33)
On products of special linear forms with algebraic coefficients (1976) (29)
Small solutions of quadratic congruences and small fractional parts of quadratic forms (1980) (28)
The quantitative subspace theorem for number fields (1992) (25)
The Absolute Subspace Theorem and linear equations with unknowns from a multiplicative group (2002) (24)
The Absolute Subspace Theorem and linear equations with unknowns from a multiplicative group (2002) (24)
Multiplicities of recurrence sequences (1996) (24)
Linear equations in members of recurrence sequences (1993) (22)
Equations in roots of unity (1996) (21)
Lower bounds for heights on finitely generated groups (1997) (20)
Zeros of linear recurrence sequences (1999) (20)
The number of subspaces occurring in the p-adic subspace theorem in diophantine approximation. (1990) (19)
The intersection of recurrence sequences (1995) (18)
On norm form equations (1977) (18)
Quadratic geometry of numbers (1987) (17)
On polynomial-exponential equations (1993) (16)
p-adic T-numbers do exist (1981) (14)
Multiplicities of algebraic linear recurrences (1993) (12)
Algorithms to Construct Normal Bases of Cyclic Number Fields (1993) (11)
On linear forms with algebraic coefficients and diophantine equations (1977) (10)
An explicit upper bound for the number of solutions of the S-unit equation. (1990) (10)
Lower bounds for the heights of solutions of linear equations (1997) (10)
Linear equations in integers with bounded sum of digits (1990) (8)
The multiplicity of binary recurrences (1997) (8)
Diophantine approximation : festschrift for wolfgang schmidt (2008) (7)
Quadratic forms which have only large zeros (1988) (6)
On indefinite diagonal forms in many variables. (1979) (5)
Approximation of Algebraic Numbers (2003) (5)
Polynomials that divide many trinomials (1997) (5)
Equations au l n = bu k m Satisfied by Members of Recurrence Sequences (1993) (4)
A diophantine problem in harmonic analysis (1990) (3)
The subspace theorem and applications. (1998) (2)
Indefinite Quadratic Forms (1987) (1)
The Mathematical Work of Wolfgang Schmidt (2008) (1)
On the fractional parts of the sum of powers of rational numbers (1975) (1)
Equations $au\sp l\sb n=bu\sp k\sb m$ satisfied by members of recurrence sequences (1993) (0)
Number theory : proceedings of the Journées arithmétiques, held in Ulm, FRG, September 14-18, 1987 (1989) (0)
Hans Peter Schlickewei Wolfgang M. Schmidt Michel Waldschmidt Zeros of linear recurrence sequences (1999) (0)
Inequalities for decomposable forms (2019) (0)
Equations ^{}_{}=^{}_{} satisfied by members of recurrence sequences (1993) (0)
Inequalities for decomposable forms (2019) (0)
Inequalities for decomposable forms (2019) (0)

This paper list is powered by the following services:

Other Resources About Hans Peter Schlickewei

en.wikipedia.org

What Schools Are Affiliated With Hans Peter Schlickewei?

Hans Peter Schlickewei is affiliated with the following schools:

Image Attributions

Image Source for Hans Peter Schlickewei